6:5

K

Kirk Warren

New Member
#1
#1
What would be the optimal bet spread to beat this game? I know, thats its probably not possible, or you do need a large bankroll, but if you are allowed (which I am), any bet spread, what is necessary?

Would a 1:12 spread be enough?

Thanks
 
G

Garo

Well-Known Member
#2
#2
as much as possible

If you are allowed to spread as much as you want why stop at 1:12? Why not 1:40? Or even 1:60? The more you spread the more money you can make.
 
T

The Mayor

Well-Known Member
#3
#3
Simulation results for a 32-1 spread

Spreading $5 to $160, on a R06, H17 single deck 6:5 game, with no insurance.

Code: 
PROFESSIONAL BLACKJACK ANALYZER
<Version: PBA 4.3.7>

Results for file:  C:\PBA437\SIXFIVE.txt
May 22, 2005

The following rules were specified in the rules menu:
R>---------------------------------------------------
single deck
Dealer hits soft-17
With dealer blackjack, player...
     Loses one bet max
On ties, player pushes, except...
     Loses with 22-26
Resplit to make four hands
Resplit aces not allowed
OK to split unlike 10s, like J-Q
Check hole card under 10, A
Double any hard total
Soft doubling allowed
After splitting...
     No hard doubling

Shufffle used was: Random Swaps
Dealt to 26 cards remaining.
R>--------------------------------------------------

The following counting system was used:
C>--------------------------------------------------
System name:  Hi-Lo

Count indices...
2    3    4    5    6    7    8    9    T    A
1    1    1    1    1    0    0    0    -1    -1

Minimum count for playing decisions:  -10
Maximum count for playing decisions:  20
C>--------------------------------------------------

B>---------------------------------------------------
The following betting system was used:
  mark

On count...       Bet...

  <= 0    $5.00
   =+0    $5.00
   =+1    $5.00
   =+2    $5.00
   =+3    $40.00
   =+4    $80.00
   =+5    $120.00
   =+6    $160.00
   =+7    $160.00
  >=+8    $160.00

Play through all counts
True count is running count per 1. deck(s)
B>---------------------------------------------------

The following simulation results were obtained:
S>---------------------------------------------------
Edge:    0.86
Standard error:    0.04
Sigma:   2.62
Desirability index (DI):   3.28

Number of hands simulated:   50,000,000
Number of hands aborted:   0
Average hands per shoe:   5.07
Number of extra players:   0
Simulated hand is at position:   0
Number of cards burned at start of shoe:   0
Number of cards to remove and count...
     before player decision:   0
     after player decision:   0

Average initial bet: $19.54
Profit per hand:    $0.17
Standard deviation per hand:    $51.12
Profit per 100 hands:    $16.78
Standard deviation per 100 hands:    $511.16

Win percentage of total hands:    43.52%
Loss percentage of total hands:    48.05%
Tie percentage of total hands:    8.43%
S>---------------------------------------------------

Detailed simulation results:
D>---------------------------------------------------
Count:        Edge:         % of hands:   Average Bet:  St. Dev.:
-10           -05.26        00.36         $5.00         $5.308
-9            -05.09        00.59         $5.00         $5.350
-8            -04.64        00.94         $5.00         $5.378
-7            -04.44        01.51         $5.00         $5.433
-6            -04.22        01.49         $5.00         $5.457
-5            -03.61        03.33         $5.00         $5.525
-4            -03.43        02.43         $5.00         $5.551
-3            -02.82        05.94         $5.00         $5.591
-2            -02.59        06.91         $5.00         $5.610
-1            -02.04        11.87         $5.00         $5.624
-0            00.00         00.00         $0.00         $0.000
0             -01.49        32.22         $5.00         $5.626
+0            00.00         00.00         $0.00         $0.000
1             -00.78        11.08         $5.00         $5.644
2             -00.38        05.02         $5.00         $5.645
3             00.24         05.47         $40.00        $45.399
4             00.78         02.19         $80.00        $91.522
5             01.20         02.72         $120.00       $138.010
6             01.02         01.36         $160.00       $185.211
7             02.17         01.48         $160.00       $186.108
8             02.40         00.52         $160.00       $187.734
9             02.76         00.74         $160.00       $188.431
10            03.03         00.19         $160.00       $188.807
11            03.87         00.38         $160.00       $189.255
12            04.93         00.14         $160.00       $189.706
13            04.40         00.11         $160.00       $190.492
14            06.03         00.05         $160.00       $190.198
15            05.28         00.05         $160.00       $189.574
16            06.61         00.02         $160.00       $189.980
17            06.77         00.02         $160.00       $190.416
18            08.26         00.00         $160.00       $188.328
19            05.42         00.01         $160.00       $188.821
20            08.96         00.00         $160.00       $187.838
D>---------------------------------------------------
 
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